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dairy cattle: a first step towards syndromic surveillance of abortive diseases
Anne Bronner, Eric Morignat, Viviane Henaux, Aurélien Madouasse, Emilie Gay, Didier Calavas
To cite this version:
Anne Bronner, Eric Morignat, Viviane Henaux, Aurélien Madouasse, Emilie Gay, et al.. Devising
an indicator to detect mid-term abortions in dairy cattle: a first step towards syndromic surveillance
of abortive diseases. PLoS ONE, Public Library of Science, 2015, 10 (3), pp.1-16. �10.1371/jour-
nal.pone.0119012�. �hal-02631684�
Devising an Indicator to Detect Mid-Term Abortions in Dairy Cattle: A First Step
Towards Syndromic Surveillance of Abortive Diseases
Anne Bronner
1* , Eric Morignat
1, Viviane Hénaux
1, Aurélien Madouasse
2,3, Emilie Gay
1, Didier Calavas
11 ANSES-Lyon, Unité Epidémiologie, 31 avenue Tony Garnier, 69364 Lyon Cedex 07, France, 2 INRA, UMR1300 Biologie, Epidémiologie et Analyse de Risque en santé animale, CS 40706, 44307 Nantes, France, 3 LUNAM Université, Oniris, Ecole nationale vétérinaire, agroalimentaire et de l ’ alimentation Nantes Atlantique, UMR BioEpAR, 44307 Nantes, France
* [email protected]
Abstract
Bovine abortion surveillance is essential for human and animal health because it plays an important role in the early warning of several diseases. Due to the limited sensitivity of tradi- tional surveillance systems, there is a growing interest for the development of syndromic surveillance. Our objective was to assess whether, routinely collected, artificial insemination (AI) data could be used, as part of a syndromic surveillance system, to devise an indicator of mid-term abortions in dairy cattle herds in France. A mid-term abortion incidence rate (MAIR) was computed as the ratio of the number of mid-term abortions to the number of fe- male-weeks at risk. A mid-term abortion was defined as a return-to-service (i.e. a new AI) taking place 90 to 180 days after the previous AI. Weekly variations in the MAIR in heifers and parous cows were modeled with a time-dependent Poisson model at the département level (French administrative division) during the period of 2004 to 2010. The usefulness of monitoring this indicator to detect a disease-related increase in mid-term abortions was evaluated using data from the 2007 – 2008 episode of bluetongue serotype 8 (BT8) in France. An increase in the MAIR was identified in heifers and parous cows in 47% (n = 24) and 71% (n = 39) of the départements . On average, the weekly MAIR among heifers in- creased by 3.8% (min-max: 0.02 – 57.9%) when the mean number of BT8 cases that oc- curred in the previous 8 to 13 weeks increased by one. The weekly MAIR among parous cows increased by 1.4% (0.01 – 8.5%) when the mean number of BT8 cases occurring in the previous 6 to 12 weeks increased by one. These results underline the potential of the MAIR to identify an increase in mid-term abortions and suggest that it is a good candidate for the implementation of a syndromic surveillance system for bovine abortions.
OPEN ACCESS
Citation: Bronner A, Morignat E, Hénaux V, Madouasse A, Gay E, Calavas D (2015) Devising an Indicator to Detect Mid-Term Abortions in Dairy Cattle: A First Step Towards Syndromic Surveillance of Abortive Diseases. PLoS ONE 10(3): e0119012.
doi:10.1371/journal.pone.0119012 Received: June 4, 2014 Accepted: January 8, 2015 Published: March 6, 2015
Copyright: © 2015 Bronner et al. This is an open access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.
Data Availability Statement: Data used in this study are not freely available due to legal restrictions.
Demographic and reproductive data were obtained from INRA (the French National Institute for Agricultural Research — Institut national de recherche agronomique, contact: [email protected].
fr), and notifications of BT8 clinical cases from the French Ministry of Agriculture (contact: bsa.sdspa.
[email protected]).
Funding: The authors received no specific funding for this work.
Competing Interests: The authors have declared
that no competing interests exist.
Introduction
Over the past years, several major abortive disease outbreaks and epizootics have occurred in ruminant livestock in Europe. Notable examples include zoonotic diseases, such as Q fever in the Netherlands between 2007 and 2010 [1], and bovine brucellosis in Belgium and France in 2012 [2,3]. In addition to the concern for public health, epizootics of abortive diseases may also cause severe economic losses. For example, in August 2006, bluetongue serotype 8 (BT8) was detected for the first time in the Netherlands with indirect costs to the Dutch farming industry estimated at about 50 million euros per year [4]. Moreover, there is a risk that Rift Valley Fever, a major zoonotic viral disease that currently circulates in most African countries and the Arabian Peninsula [5], will spread to the southern Mediterranean Basin. In this context, bovine abortion surveillance is critical for human and animal health because it plays an important role in the early warning for several diseases.
In France, bovine abortion surveillance consists in mandatory notification. It aims to detect as early as possible any resurgence of bovine brucellosis, of which the country has been de- clared officially free since 2005 [6]. According to European regulations, in cases of bovine abor- tion, farmers must consult their veterinarian who reports it to State veterinary services and samples the aborted cow for serological analysis of Brucella [7,8]. Abortion is defined by na- tional regulations as the expulsion of the fetus or calf, either stillborn or which dies less than 48 hours after being born [9]. However, only some abortions are notified. First, reported abortions are mainly late abortions because early abortions are usually considered as fertility problems and mid-term abortions, which occur between the third and sixth month of pregnancy, are rarely detected by farmers. Moreover, in a previous study using capture-recapture methods, we estimated that the overall sensitivity of the system, i.e. the proportion of farmers who reported abortion(s) among farmers who were assumed to have detected abortion(s), was about 20% for beef and 39% for dairy cattle herds [10].
Lack of sensitivity is often cited as one of the main limitations of event-driven surveillance systems (i.e. “ clinical ” or “ passive ” surveillance systems) [11], and raises concern about the ability of such systems to effectively provide early detection of health events. In this context, there is a need to improve traditional surveillance systems, but also to explore other ways to im- prove animal and public health surveillance. One of these ways is syndromic surveillance [12], defined as “ the real-time (or near real-time) collection, analysis, interpretation, and dissemina- tion of health-related data to enable the early identification of the impact (or absence of im- pact) of potential human or veterinary public-health threats which require effective public health action” [13]. Syndromic surveillance is not based on laboratory-confirmed diagnoses but on non-specific clinical signs, symptoms and proxy measures (or “ syndromes ” ) [13]. In re- gard to abortive diseases, we evaluated the possibility of using artificial insemination (AI) data to develop an indicator for syndromic surveillance. These data, routinely collected for purposes other than surveillance, have already been used to analyze the influence of several diseases on reproductive disorders [14 – 17]. In particular, an analysis of the time elapsed between succes- sive AIs confirmed the influence of BT8 exposure during gestation on return-to-service [16,17], previously suggested by field observations [18,19] and supported by the transplacental transmission capacity of BT8 [20,21]. More recently, a study highlighted that reproduction data can be used prospectively as indicators of disease emergences [22].
In this context, our objective was to assess whether AI data could be used, as part of a syn-
dromic surveillance system, to devise an indicator of mid-term abortions in dairy cattle herds
in France in order to assess retrospectively the impact of an abortive disease. Based on the
availability of data on the BT8 epizootic that emerged in France in 2006 and then spread across
the country, we assessed the capacity of the indicator to identify a BT8-related increase in
abortion rates, and quantify the influence of the BT8 epizootic on this indicator. We discuss the potential of the monitoring of this syndromic indicator as a complementary system for the surveillance of abortive diseases.
Materials and Methods Data
Demographic and reproduction data were extracted from the French National Genetic Infor- mation System (SNIG). SNIG is a database managed by the French National Institute for Agri- cultural Research (INRA—Institut national de la recherche agronomique), in collaboration with the French Livestock Institute (Institut de l ’ Elevage). The compiled data include animal identifications and pedigrees, performance testing, insemination centers, herd books, laborato- ries, slaughterhouses, etc. These data were provided by INRA and obtained from herds regis- tered for monitoring milk production volumes and in which artificial insemination (AI) is practiced; these herds represent about 60% of French dairy cattle herds. For each female, data included farm location (i.e. département, an intermediate French administrative division with a mean area of 5,800 km
2), individual characteristics (identification number, birth date), repro- ductive events (AI and calving dates), and death date if the animal had died. Females were di- vided into two groups according to the number of calvings: heifers (females with no calving reported before the considered AI date) and parous cows (females with at least one calving re- ported before the considered AI date). Data have been gathered since 2001 but cattle registered since 1 January 2004 were selected for the study, because the notification system is considered to have been fully operational since then. Six reproductive seasons between 1 August 2004 and 31 July 2010 were used to follow the seasonality of calvings which peak in September/October.
Each reproductive season X/X+1 starts on 1 August of year X and ends on 31 July of year X+1:
e.g. the first reproductive season 2004/2005 started on 1 August 2004 and ended on 31 July 2005 and the last reproductive season 2009/2010 started on 1 August 2009 and ended on 31 July 2010.
During the BT8 epizootic, BT8 surveillance relied on active surveillance (based on serologi- cal sampling in herds randomly selected) and event-driven surveillance (or “passive” surveil- lance, based on the mandatory notification of suspected cases of BT8). Notifications of BT8 clinical cases from 2007 to 2009 in France were provided by the French Ministry of Agriculture.
In contrast to active surveillance, event-driven surveillance identifies (a proxy of) the date of exposure of herds. The event-driven surveillance system requires each cattle owner to report every clinically suspect case to their veterinarian, who samples the suspected animal for confir- mation. Data included the farm location (département), and dates of clinical suspicion and of confirmation of each BT8 case.
Indicator of mid-term abortions
Mid-term abortion in a female was defined as the occurrence of an AI 90 to 180 days after a previous AI. For each studied département and female parity group (heifers versus parous cows), the number of mid-term abortions on day d of the study period was estimated as the number of females inseminated on day d who had previously been inseminated 90 to 180 days prior; the number of females at risk of having a mid-term abortion was estimated as the num- ber of females still alive on day d and having been inseminated 90 to 180 days prior.
To avoid the weekday effect in the modeling process, data were aggregated for each départe-
ment and female parity group on a weekly timescale. Most of the females are inseminated on a
week day and the number of AIs decreases sharply on Sundays and legal holidays. The number
of female-weeks at risk of having a mid-term abortion in a given week was obtained by adding
together the number of days of presence of each female that week divided by 7. The mid-term abortion incidence rate (MAIR) was computed on a weekly timescale as follows:
MAIR
ijw¼ Y
ijwN
ijwwhere Y
ijwis the number of mid-term abortions over week w in département i and female pari- ty group j and N
ijwis the number of female-weeks at risk of having a mid-term abortion. The principle behind the computation is explained in Fig. 1.
The study focused on those départements that reported at least 60,000 heifer-weeks and 180,000 cow-weeks at risk of having a mid-term abortion during the study period. To specifi- cally study the effect of the BT8 epizootic, the study focused on départements where at least one clinical case due to BT8 had been reported in 2007 or 2008 but none due to BT1, another blue- tongue serotype that emerged in the same period in the South of France [23].
Modeling of MAIR time series
Fluctuations in MAIRs for each département and female parity group over the study period were modeled using a Poisson regression model with over-dispersion. All statistical analyses were computed using R [24]. The development of the regression model was carried out in two steps: the MAIR time series were first analyzed by integrating time covariates in the model and then a BT8 covariate.
Time covariates. For each département and female parity group, three models were tested successively including: (1) a linear trend with annual periodicity, (2) a linear trend with annual and six-month periodicities, and (3) a linear trend with annual, six-month and three-month periodicities. To reduce the effect of outliers on the estimate of covariate coefficients, a second round of estimations was performed, weighting the observations by the inverse of their residu- als, as proposed by Farrington et al. [25]. Reweighting was conducted using the R “surveillance”
package [26]. The most complete model included time covariates as follows:
Logðm
ijwÞ ¼ b
0þ b
1w þ b
2sinð2p w=52Þ þ b
3cosð2p w=52Þ þ b
4sinð2p w 2=52Þ þ b
5cosð2p w 2=52Þ þ b
6sinð2p w 4=52Þ þ b
7cosð2p w 4=52Þ þ logðN
ijwÞ
with μ
ijwrepresenting the mean number of mid-term abortions for each week w, département i and parity group j, log(N
ijw) as the number of female-weeks at risk of having a mid-term abor- tion, and β the covariate coef fi cients.
Model selection was conducted using the R “bblme” package where the quasi-AIC criterion (QAIC) was chosen for model parsimony [27,28]. For each département and female parity group, the QAICs of the three models were calculated by using the quasi-likelihood, which was the likelihood divided by the over-dispersion parameter estimated from the most complex model, i.e. the model that included a linear trend with annual, six-month and three-month pe- riodicities [28]. The model with the lowest QAIC was selected and named M1.
BT8 covariate. The associations between the observed MAIR and the mean number of BT8 cases were investigated over alternative time intervals. To meet this objective, we adapted cross-correlation maps introduced by Curriero et al. [29]. This method is used to study associa- tions between a time series of a dependent variable Y
tand a covariate X̅
t−ℓ,t−kaveraged over the time interval ranging from t − ℓ to t − k, with ℓ k [29–31].
In our study, for each département and female parity group, we studied associations between
the time series of the dependent variable MAIR
ijwand a bluetongue covariate B̅t
w−ℓij,w−kijthat
corresponded to the number of BT8 cases averaged over the time interval ranging from week w - ℓ
ijto week w - k
ij(with ℓ
ijk
ij). This bluetongue covariate was computed for all cattle herds (whatever their production type) to reflect the level of exposure of cattle herds included in the study and overcome the issue of the under-reporting of BT8 clinical cases. This covariate was included in the pre-selected model M1 as follows:
Logðm
ijwÞ ¼ M1 þ b Bt
w‘ij;wkijTime lags ℓ
ijand k
ijranging from 0 to 24 weeks were tested. The BT8 virus does not cause abor- tions in females infected before the AI [16], and the MAIR included females up to 180 days (24 weeks) after AI. When ℓ
ij= k
ij, the MAIR over week w depended on the number of BT8 clinical cases reported during the ℓ
ijthweek (or the k
ijthweek) preceding week w.
Model selection. In total, for each département and female parity group, 300 models m
ijwere implemented with alternative ℓ
ijand k
ijvalues ranging from 0 to 24 weeks and ℓ
ijk
ij. As for model M1, a second round of estimations was performed for each model m
ij, weighting the observations by the inverse of their residuals [25]. The most parsimonious model (i.e. with the lowest QAIC) for each département and female parity group was named M2. Partial autocorre- lations between residuals of the most parsimonious models M2 were examined in order to
Fig 1. Weekly calculation of the MAIR. Suppose a situation in which five females A, B, C, D and E are recorded over week w at different stages of reproduction (with the same parity and in the same département ). The period between D
AI+90 daysand D
AI+180 daysstarts 90 days and ends 180 days after the first AI. By aggregating the number of mid-term abortions and the number of females at risk of having a mid-term abortion on a weekly timescale, one mid- term abortion was identified out of three female-weeks (i.e. 21 female-days/7) at risk.
doi:10.1371/journal.pone.0119012.g001
identify any signs of non-randomness [32]. Moreover, the fit of the M2 models was assessed graphically by verifying that the weekly observed abortion rates overlapped with the 95% pre- diction intervals of the MAIR, computed using the method proposed by Farrington et al. [25].
To incorporate the uncertainty of model selection into the process of time lag selection, the QAIC value of each model m
ijwas compared to QAIC
M2as follows: Δ
mij= QAIC
mij− QAIC
M2. Candidate models were defined as models with Δ
mij2. Their relative quasi-likelihood Δ
mijwas computed and normalized to unity by [33]:
wg
mij¼ expðD
mij=2Þ X
nm ij